Sentence examples for of three occurrences from inspiring English sources

According to the National Sleep Foundation, women with night sweats experienced an average of three occurrences per week.

The pileup files containing the SNPs were processed through an updated AGSNP pipeline [ 61] to filter SNPs that had a minimum of three occurrences within any accession.

The developer who holds the commercial lease at the World Trade Center -- which had two towers -- decides he is the victim of two "occurrences" and should be compensated appropriately.

The most apt answer is that (following logicians' usage) it is composed of ten occurrences of word types.

probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ∆t and.

Analysts at Seaport Global Securities noted the same phenomenon at crude tracking fund United States Oil (ticker: USO), where extreme pessimism has led to five rallies out of seven occurrences over the next one to three months.

probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ( Delta t ) and. probability of one occurrence in time t multiplied by the probability of no occurrences in the interval ( Delta t ).

According to Markov, if P 1 t) represents the probability of zero occurrences in time t, the probability of zero occurrences in time (t + Δt) is given by the equation P_{ 1} left( {t + Delta {text{t}}} right); = ;left( { 1- beta {text{t}}} right), P_{ 1} left( {text{t}} right).

According to Markov, if P0 t) represents the probability of zero occurrences in time t, the probability of zero occurrences in time (t + ∆t) is given by the Eq. (1) P_{ 0} left( {t + Delta t} right), =, left( { 1- alpha t} right), P_{ 0} left( t right).

The Eq. (2) shows that the probability of one occurrence in time ( (t + Delta t) ) is composed of two parts: probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ( Delta t ) and probability of one occurrence in time t multiplied by the probability of no occurrences in the interval ( Delta t ).

The equation (ii) shows that the probability of one occurrence in time (t + Δt) is composed of two units: (i) probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ∆t and   (ii) probability of one occurrence in time t multiplied by the probability of no occurrences in the interval ∆t.  .